Martin, A. Methods of finding \(n^{\text{th}}\)-power numbers whose sum is an \(n^{\text{th}}\) power; with examples. (English) JFM 19.0436.02 Wash. Bull. X. 107-110 (1889). Reviewer: Lampe, Prof. (Berlin) MSC: 11D41 PDF BibTeX XML OpenURL
Picard, E. On the hypergeometric series in two variables. (Sur les séries hypergéométriques de deux variables.) (French) JFM 19.0446.01 C. R. CIV, 896 (1887). Reviewer: v. Braunmühl, Prof. (München) MSC: 33C60 PDF BibTeX XML Cite \textit{E. Picard}, C. R. Acad. Sci., Paris 104, 896 (1887; JFM 19.0446.01) Full Text: Gallica OpenURL
Goursat, E. On the one valued functions arising from hypergeometric series in two variables. (Sur des fonctions uniformes provenant des séries hypergéométriques de deux variables.) (French) JFM 19.0445.01 C. R. CIV, 893-896 (1887). Reviewer: v. Braunmühl, Prof. (München) MSC: 33C60 PDF BibTeX XML Cite \textit{E. Goursat}, C. R. Acad. Sci., Paris 104, 893--896 (1887; JFM 19.0445.01) Full Text: Gallica OpenURL
Sonine On the cylinder functions. (Sur les fonctions cylindriques.) (French) JFM 19.0443.02 Math. Ann. XXX, 582-583 (1887). Reviewer: Hamburger, Prof. (Berlin) MSC: 33C10 PDF BibTeX XML Cite \textit{Sonine}, Math. Ann. 30, 582--583 (1887; JFM 19.0443.02) Full Text: DOI EuDML OpenURL
Schafheitlin, P. On the representation of the hypergeometric series by a definite integral. (Ueber die Darstellung der hypergeometrischen Reihe durch ein bestimmtes Integral.) (German) JFM 19.0443.01 Math. Ann. XXX, 157-178 (1887). MSC: 33C10 PDF BibTeX XML Cite \textit{P. Schafheitlin}, Math. Ann. 30, 157--178 (1887; JFM 19.0443.01) Full Text: DOI EuDML OpenURL
Saalschütz, L. Remarks on the gamma functions with negative arguments. (Bemerkungen über die Gammafunctionen mit negativen Argumenten.) (German) JFM 19.0442.01 Schlömilch Z. XXXII, 246-250 (1887). Reviewer: Toeplitz, Dr. (Breslau) MSC: 33B15 PDF BibTeX XML Cite \textit{L. Saalschütz}, Schlömilch Z. 32, 246--250 (1887; JFM 19.0442.01) OpenURL
Bigler, U. On gamma functions with arbitrary parameter. (Ueber Gammafunctionen mit beliebigem Parameter.) (German) JFM 19.0441.04 J. für Math. CII, 237-254 (1887). Reviewer: Hurwitz, Prof. (Königsberg i. Pr.) MSC: 33B15 PDF BibTeX XML Cite \textit{U. Bigler}, J. Reine Angew. Math. 102, 237--254 (1887; JFM 19.0441.04) Full Text: EuDML OpenURL
Genocchi, A. Introduction to the function \(\varGamma(x)\) and to the Stirling series which serves to represent the logarithm.. (Intorno alla funzione \(\varGamma(x)\) ed alla serie dello Stirling che ne esprime il logaritmo.) (Italian) JFM 19.0441.03 Nap. Mem. (3) VI (1887). Reviewer: Vivanti, Dr. (Mantua) MSC: 33B15 PDF BibTeX XML OpenURL
Lerch, M. New proof of the fundamental property of the eulerian integral of the first kind. (Démonstration nouvelle de la propriété fondamentale de l’intégrale eulérienne de premiére espèce.) (French) JFM 19.0441.02 S. M. F. Bull. XV, 173-178 (1887). Reviewer: Hoppe, Prof. (Berlin) MSC: 33B15 PDF BibTeX XML Cite \textit{M. Lerch}, Bull. Soc. Math. Fr. 15, 173--178 (1887; JFM 19.0441.02) Full Text: DOI Numdam EuDML OpenURL
Lindhagen, A. Studies of the Gamma function and some related transcendentals. (Studier öfver Gammafunktionen och några beslägtade transcendenter.) (Swedish) JFM 19.0441.01 Upsala. Dissert (1887). Reviewer: Kopp, Dr. (Stockholm) MSC: 33B15 PDF BibTeX XML OpenURL
Terry, T. R.; Sharp, W. J. C.; Taylor, W. W. Solution of question 8410. (English) JFM 19.0440.02 Ed. Times XLVI. 28 (1887). Reviewer: Lampe, Prof. (Berlin) MSC: 26A12 PDF BibTeX XML OpenURL
Saporetti, A. An analytic method for the expansion of a circular arc in trigonometric functions. (Metodo analitico dello sviluppo di un arco circolare in funzione trigonometrica di un altro arco cognito il quoto costante delle loro tangenti trigonometriche.) (Italian) JFM 19.0440.01 Bologna Mem. (4) VIII. 57-62 (1887). Reviewer: Hurwitz, Prof. (Königsberg i. Pr.) MSC: 33B10 PDF BibTeX XML OpenURL
Wolstenholme, J.; Mathews, G. B.; Nash, A. M. Solution of question 7840. (English) JFM 19.0439.03 Ed. Times XLVI. 45-46 (1887). Reviewer: Lampe, Prof. (Berlin) MSC: 33B10 PDF BibTeX XML OpenURL
Mathews, G. B.; Barton, W. J.; Storr, G. G. Solution of question 8356. (English) JFM 19.0439.02 Ed. Times XLVI. 47 (1887). Reviewer: Lampe, Prof. (Berlin) MSC: 33B10 PDF BibTeX XML OpenURL
Haro Note on a new mathod of graphical notation of the logarithm. (Note sur une nouvelle méthode de notation graphique des logarithmes.) (French) JFM 19.0439.01 Ass. Franç. Toulouse 128-132 (1887). MSC: 33B10 PDF BibTeX XML OpenURL
Schlömilch, O. On an expansion of the logarithm. (Ueber eine Entwickelung des Logarithmus.) (German) JFM 19.0438.02 Leipz. Ber. 53-54 (1887). Reviewer: Toeplitz, Dr. (Breslau) MSC: 33B10 PDF BibTeX XML OpenURL
Lerch, M. Note on the fonction \({\mathfrak K}(w,x,s)= \sum^{\infty}_{k=0}\frac{e^{2k\pi ix}}{(w+k)^s}\). (Note sur la fonction \({\mathfrak K}(w,x,s)=\sum^{\infty}_{k=0}\frac{e^{2k\pi ix}}{(w+k)^s}\).) (French) JFM 19.0438.01 Acta Math. XI, 19-24 (1887). Reviewer: Toeplitz, Dr. (Breslau) MSC: 11M35 PDF BibTeX XML Cite \textit{M. Lerch}, Acta Math. 11, 19--24 (1887; JFM 19.0438.01) Full Text: DOI OpenURL
Jensen, J. L. W. V. A functional equation. (En Funktionalligning.) (Danish) JFM 19.0437.02 Zeuthen T. (5) V, 90-94 (1887). Reviewer: Valentiner, Dr. (Kopenhagen) MSC: 33B10 PDF BibTeX XML Cite \textit{J. L. W. V. Jensen}, Zeuthen T. (5) 5, 90--94 (1887; JFM 19.0437.02) OpenURL
Schäberle, J. A short demonstration of the exponential theorem. (English) JFM 19.0437.01 Ann. of Math. III, 156 (1887). Reviewer: Müller, F., Prof. (Berlin) MSC: 33B10 PDF BibTeX XML Cite \textit{J. Schäberle}, Annals of Math. 3, 156 (1887; JFM 19.0437.01) Full Text: DOI OpenURL
Terry, T. R.; London, H.; Sircom Solution of question 8339. (English) JFM 19.0436.01 Ed. Times XLVI. 35 (1887). Reviewer: Lampe, Prof. (Berlin) MSC: 05A10 PDF BibTeX XML OpenURL
Hermite, Ch.; Hadamard Solutions of questions 8510, 8596. (English) JFM 19.0435.01 Ed. Times XLVI. 50-51, 73-74 (1887). Reviewer: Lampe, Prof. (Berlin) MSC: 30D05 PDF BibTeX XML OpenURL